CAJ | 학술논문

提出了一种基于等高线的三维地形重建算法,通过等高线数字化获取离散点的三维数据,根据等高线点的三维密度确定离散点的Delaunay密度值,采用Delaunay三角网结合离散点的高程值进行三维建模,并计算出每一个内点的坐标及高程,然后在PDMS (工厂三维布置设计管理系统)中进行地形的三维重建,实验证明所述方法速度快,精度高.
제출료일충기우등고선적삼유지형중건산법,통과등고선수자화획취리산점적삼유수거,근거등고선점적삼유밀도학정리산점적Delaunay밀도치,채용Delaunay삼각망결합리산점적고정치진행삼유건모,병계산출매일개내점적좌표급고정,연후재PDMS (공엄삼유포치설계관리계통)중진행지형적삼유중건,실험증명소술방법속도쾌,정도고.
This paper introduces contour-based three-dimensional terrain reconstruction algorithm. The three-dimensional data of discrete points are obtained by digitized contour lines. Delaunay density of discrete points is determined by the density of three-dimensional of contour line points. Three-dimensional model is established by using Delaunay triangulation with the height of discrete points, and then the coordinates and height of each interior point are then calculated. The three-dimensional terrain reconstruction is carried out in PDMS (Plant Design Management System),through which the method described in this article has been proved to be efficient and precise.